{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Managing Geometry Properties of Imported Networks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The ``Imported`` geometry class is used to store the geometrical properties of imported networks.  When importing an extracted network into OpenPNM using any of the ``io`` classes, all the geometrical and topological properties are  lumped together on the *network* object.  OpenPNM is generally designed such that geometrical properties are stored on a *geometry* object, so this class address this issue. The main function of the ``Imported`` class is to automatically strip the geometrical properties off of the network and transfer them onto itself."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "> **What problem does the Imported class solve?** Although OpenPNM can function with the geometrical properties on the network, a problem arises if the user wishes to add *more* pores to the network, such as boundary pores.  In this case, they will probably wish to add pore-scale models to calculate size information, say 'pore.volume'.  If they add this to the network, this model will overwrite the pre-existing 'pore.volume' values. The solution to this problem is an intrinsic part of OpenPNM: create a separate geometry object to manage it's own 'pore.volume' model and values. However, this **won't work**!  OpenPNM will not allow an array called 'pore.volume' to exist on the network *and* a geometry object. The reason is that networks store values for *every* pore, so when adding new pores the network the 'pore.volume' array will increase to accommodate them.  If you attempt to put 'pore.volume' values on the geometry object, you're are essentially putting *two* values in those locations.  Therefore, the ``Imported`` class solves this problem by first transferring the 'pore.volume' array (and all other geometrical properties) from the network to itself. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import openpnm as op\n",
    "import matplotlib.pyplot as plt\n",
    "ws = op.Workspace()\n",
    "ws.settings['loglevel'] = 50  # Supress warnings, but see error messages"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's start by generating a random network using the Delaunay class.  This will repreent an imported network:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "np.random.seed(0)\n",
    "pn = op.network.Delaunay(shape=[1, 1, 0], points=100)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This network generator adds nicely defined boundary pores around the edges/faces of the network.  Let's remove these for the sake of this example:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "op.topotools.trim(network=pn, pores=pn.pores('boundary'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.LineCollection at 0x14425e71310>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=[5, 5])\n",
    "op.topotools.plot_coordinates(network=pn, c='r', ax=ax)\n",
    "op.topotools.plot_connections(network=pn, ax=ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This network does not have any geometrical properties on it when generated.  To mimic the situation of an imported network, let's manually enter some values for ``'pore.diameter'``.  We'll just assign random numbers to illustrate the point:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "pn['pore.diameter'] = np.random.rand(pn.Np)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now when we ``print`` the network we'll see all the topological data ('pore.coords' and 'throat.conns'), all the labels that were added by the generator (e.g. 'pore.left'), as well as the new geometry info we just added ('pore.diameter'):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "openpnm.network.Delaunay : net_01\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "#     Properties                                    Valid Values\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "1     pore.coords                                     100 / 100  \n",
      "2     pore.diameter                                   100 / 100  \n",
      "3     throat.conns                                    270 / 270  \n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "#     Labels                                        Assigned Locations\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "1     pore.all                                      100       \n",
      "2     pore.back                                     0         \n",
      "3     pore.bottom                                   100       \n",
      "4     pore.boundary                                 0         \n",
      "5     pore.front                                    0         \n",
      "6     pore.internal                                 100       \n",
      "7     pore.left                                     0         \n",
      "8     pore.right                                    0         \n",
      "9     pore.surface                                  26        \n",
      "10    pore.top                                      100       \n",
      "11    throat.all                                    270       \n",
      "12    throat.boundary                               0         \n",
      "13    throat.internal                               270       \n",
      "14    throat.surface                                0         \n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n"
     ]
    }
   ],
   "source": [
    "print(pn)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "OpenPNM was designed to work by assigning geomtrical information to **Geometry** objects.  The presence of 'pore.diameter' on the network can be a problem in some cases.  For instance, let's add some boundary pores to the left edge:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "Ps = pn['pore.surface']*(pn['pore.coords'][:, 0] < 0.1)\n",
    "Ps = pn.toindices(Ps)\n",
    "op.topotools.add_boundary_pores(network=pn, pores=Ps, \n",
    "                                move_to=[0, None, None], \n",
    "                                apply_label='left')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Visualizing this networks shows the newl added pores where we intended:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=[7, 7])\n",
    "ax = op.topotools.plot_coordinates(network=pn, pores=pn.pores('left', mode='not'), c='r', ax=ax)\n",
    "ax = op.topotools.plot_coordinates(network=pn, pores=pn.pores('left'), c='g', ax=ax)\n",
    "ax = op.topotools.plot_connections(network=pn, ax=ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we have internal pores (red) and boundary pores (green).  We would like to assign geometrical information to the boundary pores that we just created.  This is typically done by creating a **Geometry** object, then either assigning numerical values or attaching a pore-scale model that calculates the values.  The problem is that OpenPNM prevents you from having 'pore.diameter' on the network AND a geometry object at the same time. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "Ps = pn.pores('left')\n",
    "Ts = pn.find_neighbor_throats(pores=Ps)\n",
    "geo_bndry = op.geometry.GenericGeometry(network=pn, pores=Ps, throats=Ts)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we we try to assign ``'pore.diameter'``, we'll get the following exception (The \"try-except\" structure is used for the purpose of this notebook example, but is not needed in an actual script):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Cannot create pore.diameter when pore.diameter is already defined\n"
     ]
    }
   ],
   "source": [
    "try:\n",
    "    geo_bndry['pore.diameter'] = 0\n",
    "except Exception as e:\n",
    "    print(e)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The solution is to remove the geometrical information from the network *before* adding the boundary pores, and place them on their own geometry.  In this example it is easy to transfer the ``'pore.diameter'`` array, but in the case of a real extracted network there could be quite a few arrays to move.  OpenPNM has a facility for doing this: the ``Imported`` geometry class."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Using the Imported Geometry Class\n",
    "Let's create a network and add a geometric properties again, this time *before* adding boundary pores."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "pn = op.network.Delaunay(shape=[1, 1, 0], points=100)\n",
    "pn['pore.diameter'] = np.random.rand(pn.Np)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we pass the network to the ``Imported`` geometry class.  This class literally removes all numerical data from the network to itself.  Everything is moved except topological info ('pore.coords' and 'throat.conns') and labels ('pore.left')."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "geo = op.geometry.Imported(network=pn)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Printing ``geo`` reveals that the 'pore.diameter' array has been transferred from the network automatically:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "openpnm.geometry.Imported : geo_01\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "#     Properties                                    Valid Values\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "1     pore.diameter                                   135 / 135  \n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "#     Labels                                        Assigned Locations\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "1     pore.all                                      135       \n",
      "2     throat.all                                    301       \n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n"
     ]
    }
   ],
   "source": [
    "print(geo)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now that the geometrical information is properly assigned to a geometry object, we can now use OpenPNM as intended.  Let's extend this network by adding a single new pore."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "op.topotools.extend(network=pn, pore_coords = [[1.2, 1.2, 0]], labels='new')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The new pore can clearly be seen outside the top-right corner of the domain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=[7, 7])\n",
    "fig = op.topotools.plot_coordinates(network=pn, pores=pn.pores('left', mode='not'), c='r', ax=ax)\n",
    "fig = op.topotools.plot_coordinates(network=pn, pores=pn.pores('left'), c='g', ax=ax)\n",
    "fig = op.topotools.plot_connections(network=pn, ax=ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can now create a geometry just for this single pore and we will be free to add any properties we wish:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "geo2 = op.geometry.GenericGeometry(network=pn, pores=pn.pores('new'))\n",
    "geo2['pore.diameter'] = 2.0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "openpnm.geometry.GenericGeometry : geo_02\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "#     Properties                                    Valid Values\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "1     pore.diameter                                     1 / 1    \n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "#     Labels                                        Assigned Locations\n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n",
      "1     pore.all                                      1         \n",
      "2     throat.all                                    0         \n",
      "――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――――\n"
     ]
    }
   ],
   "source": [
    "print(geo2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that the network has the ability to fetch the 'pore.diameter' array from the geometry sub-domain object and create a single full array containing the values from all the locations.  In the printout below we can see the value of 2.0 in the very last element, which is where new pores are added to the list."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.81083862 0.34819194 0.2114548  0.05938319 0.87602685 0.91854645\n",
      " 0.12012018 0.33447374 0.17537207 0.11589847 0.89986674 0.05687726\n",
      " 0.98048566 0.09645086 0.86347065 0.56650611 0.36791749 0.34234238\n",
      " 0.75736414 0.3145733  0.65731892 0.51732608 0.48496565 0.90116217\n",
      " 0.55464506 0.8268616  0.72557353 0.03855725 0.77311005 0.21687025\n",
      " 0.90314965 0.04292419 0.33307203 0.09973295 0.47558912 0.82002244\n",
      " 0.29818736 0.1509349  0.33026704 0.81388014 0.14038396 0.22736245\n",
      " 0.06885196 0.70571004 0.39523324 0.31083998 0.71862639 0.33597754\n",
      " 0.72777127 0.8151994  0.21766284 0.9738187  0.16235795 0.29084091\n",
      " 0.17979529 0.34550566 0.48006089 0.52217587 0.85360604 0.88944791\n",
      " 0.22010386 0.62289403 0.11149606 0.45896986 0.32233354 0.31650075\n",
      " 0.48258424 0.72982764 0.06918266 0.87917334 0.73481377 0.17649939\n",
      " 0.93916091 0.50631222 0.99980858 0.19725947 0.5349082  0.29024804\n",
      " 0.30417356 0.59106538 0.92171907 0.80526386 0.7239414  0.55917378\n",
      " 0.9222985  0.49236141 0.87383218 0.83398164 0.21383535 0.77122546\n",
      " 0.01217116 0.32282954 0.22956744 0.50686296 0.73685316 0.09767637\n",
      " 0.5149222  0.93841202 0.22864655 0.67714114 0.59288027 0.0100637\n",
      " 0.4758262  0.70877039 0.04397543 0.87952148 0.52008142 0.03066105\n",
      " 0.22441361 0.9536757  0.58231973 0.10747257 0.2875445  0.45670363\n",
      " 0.02095007 0.41161551 0.48945864 0.24367788 0.588639   0.75324012\n",
      " 0.23583422 0.6204999  0.63962224 0.9485403  0.77827617 0.84834527\n",
      " 0.49041991 0.18534859 0.99581529 0.12935576 0.47145732 0.0680931\n",
      " 0.94385086 0.96492494 0.71938906 2.        ]\n"
     ]
    }
   ],
   "source": [
    "print(pn['pore.diameter'])"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
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  "nbreg": {
   "diff_ignore": [
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 },
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